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<h1>Index for tt2/exp</h1>

<h2>Matlab files in this directory:</h2>
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<tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="Fd_mtx.html">Fd_mtx</a></td><td>Finite difference approximation of scalar diffusion equation in QTT </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="Fd_mtx2.html">Fd_mtx2</a></td><td>Finite difference approximation of a 2D scalar diffusion equation in QTT </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="IpaS.html">IpaS</a></td><td>A special bidiagonal matrix in the QTT-format </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="build_poly.html">build_poly</a></td><td>Builds a Chebyshev-type polynomial </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="canm_to_qtt.html">canm_to_qtt</a></td><td>Converts a canonical representation to QTT-format </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="fclencurt.html">fclencurt</a></td><td>%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="ffejer2.html">ffejer2</a></td><td>Fejer </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="filters_wtt.html">filters_wtt</a></td><td>Computes the WTT transform filters for a given tensor </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="iwtt.html">iwtt</a></td><td>Inverse WTT transform with previously computed filters </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="lobpcg.html">lobpcg</a></td><td>LOBPCG solves Hermitian partial eigenproblems using preconditioning </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplace_dd.html">test_qlaplace_dd</a></td><td>test code for tt_qlaplace_dd() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplace_dn.html">test_qlaplace_dn</a></td><td>test code for tt_qlaplace_dn() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplacex_dd.html">test_qlaplacex_dd</a></td><td>test code for tt_qlaplacex_dd() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplacex_dn.html">test_qlaplacex_dn</a></td><td>test code for tt_qlaplacex_dn() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplacez_dd.html">test_qlaplacez_dd</a></td><td>test code for tt_qlaplacez_dd() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="test_qlaplacez_dn.html">test_qlaplacez_dn</a></td><td>test code for tt_qlaplacez_dn() </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_canform1.html">tt_canform1</a></td><td>Transforms a TT-tensor into the skeleton form </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_exp2.html">tt_exp2</a></td><td>Computation of the matrix exponential of a matrix in TT format </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_minres_selfprec.html">tt_minres_selfprec</a></td><td>Computation of the approximate TT-matrix inverse using self-prec method </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_minres_selfprec2.html">tt_minres_selfprec2</a></td><td>Computation of the approximate TT-matrix inverse using self-prec method </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_mmk2.html">tt_mmk2</a></td><td>DMRG/Krylov matrix-by-matrix multiplication </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplace_dd.html">tt_qlaplace_dd</a></td><td>returns a rank-3,4...4 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplace_dn.html">tt_qlaplace_dn</a></td><td>returns a rank-4,5...5 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplacex_dd.html">tt_qlaplacex_dd</a></td><td>returns a rank-5 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplacex_dn.html">tt_qlaplacex_dn</a></td><td>returns a rank-4 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplacez_dd.html">tt_qlaplacez_dd</a></td><td>returns a rank-10 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_qlaplacez_dn.html">tt_qlaplacez_dn</a></td><td>returns a rank-8 QTT decomposition of </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_smv.html">tt_smv</a></td><td>function [res]=tt_smv(sttm, vec) </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_sparse_for_mv.html">tt_sparse_for_mv</a></td><td>Sparsify the TT matrix in TT1.0 matrix format </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="tt_xtr.html">tt_xtr</a></td><td>The X_s coordinate in the transposed QTT permutation of indices </td></tr><tr><td><img src="../../matlabicon.gif" alt="" border="">&nbsp;<a href="wtt.html">wtt</a></td><td>Inverse WTT transform with previously computed filters </td></tr></table>




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